DYNAMICAL SCALING IN FRAGMENTATION
Carregando...
Arquivos
Data
1993-12-15
Autores
Coutinho, K.
Adhikari, S. K.
Gomes, MAF
Título da Revista
ISSN da Revista
Título de Volume
Editor
American Institute of Physics (AIP)
Resumo
The dynamics of a fragmentation model is examined from the point of view of numerical simulation and rate equations. The model includes effects of temperature. The number n (s,t) of fragments of size s at time t is obtained and is found to obey the scaling form n(s,t) approximately s(-tau)t(omegasgamma e(-rhot) f(s/t(z)) where f(x) is a crossover function satisfying f(x) congruent-to 1 for x much less than and f(x) much less than 1 for x much greater than 1. The dependence of the critical exponents tau, omega, gamma and z on space dimensionality d is studied from d = 1 to 5. The result of the dynamics on fractal and nonfractal objects as well as on square and triangular lattices is also examined.
Descrição
Palavras-chave
Como citar
Journal of Applied Physics. Woodbury: Amer Inst Physics, v. 74, n. 12, p. 7577-7587, 1993.